Habits of highly mathematical people
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Habits of highly mathematical people
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Re: Habits of highly mathematical people
#2Re: Habits of highly mathematical people
#3Only six habits, I would have hoped for a seventh one :)
Re: Habits of highly mathematical people
#4Only six habits, I would have hoped for a seventh one :)
Re: Habits of highly mathematical people
#5The precision you hold yourself to through a rigorous approach to a problem is also very valuable and is the reason I think calculus is very important.
Re: Habits of highly mathematical people
#6Only six habits, I would have hoped for a seventh one :)
Re: Habits of highly mathematical people
#7I'm not a mathematician and was miserable at math in school, but I apply these habits in the business world every day. They help me cut through a lot of crap that comes from other people's sloppy/lazy thinking.
>Anyone who has gone through an undergraduate math education has known a person (or been that person) to regularly point out that X statement is not precisely true in the very special case of Y that nobody intended to include as part of the discussion in the first place. It takes a lot of social maturity beyond the bare mathematical discourse to understand when this is appropriate and when it’s just annoying.
I don't disagree but would argue that the far more common problem is people - not just mathematicians, mind you - not considering definitions enough which ultimately leads to confusion and/or misunderstandings and consequently additional, unnecessary, cycles spent in discussion about "what do you really mean?"
Re: Habits of highly mathematical people
#87. Being precise. The precision you hold yourself to through a rigorous approach to a problem is also very valuable and is the reason I think calculus is very important.
What property concerning precision does calculus have that doesn't hold for any topic in mathematics?
Re: Habits of highly mathematical people
#9Only six habits, I would have hoped for a seventh one :)
Re: Habits of highly mathematical people
#107. Being precise. The precision you hold yourself to through a rigorous approach to a problem is also very valuable and is the reason I think calculus is very important.
> The precision you hold yourself to through a rigorous approach to a problem is also very valuable and is the reason I think calculus is very important. What property concerning precision does calculus have that doesn't hold for any topic in mathematics?